A 60-Hz synchronous generator having inertia constant H = 6 MJ /MVA and a direct axis transient reactance X'd = 0.3 per unit is connected to an infinite bus through a purely reactive circuit as shown in Figure below. Reactances are marked on the diagram on a common system base. The generator is delivering real power Pe = 0.75 per unit and Q = 0.06 per unit to the infinite bus at a voltage of V = 1 per unit. A temporary three-phase fault occurs at the sending end of the line at point F. When the fault is cleared, both lines are intact. Determine the critical clearing angle (in radian) and the critical fault clearing time (in second). 1 Xt = 0.2 E 038 X'd = 0.3 Select one: O a. 8c=1.75, tc= 0.36 Ob. 8c-1.15, tc= 0.25 O c. None O d. &c=1.55, tc= 0.3 XL1 = 0.3 XL2 = 0.3 2 V = 1.0

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A 60-Hz synchronous generator having inertia constant H = 6 MJ /MVA and a direct axis transient reactance X'd = 0.3 per
unit is connected to an infinite bus through a purely reactive circuit as shown in Figure below. Reactances are marked on
the diagram on a common system base. The generator is delivering real power Pe = 0.75 per unit and Q = 0.06 per unit
to the infinite bus at a voltage of V = 1 per unit. A temporary three-phase fault occurs at the sending end of the line at
point F. When the fault is cleared, both lines are intact. Determine the critical clearing angle (in radian) and the critical
fault clearing time (in second).
1
Xt = 0.2
E
X'd = 0.3
Select one:
O a. Sc=1.75, tc= 0.36
Ob. 8c-1.15, tc= 0.25
O c. None
O d. 8c=1.55, tc= 0.3
Clear my choice
XL1 = 0.3
XL2 = 0.3
2
V = 1.0
Transcribed Image Text:A 60-Hz synchronous generator having inertia constant H = 6 MJ /MVA and a direct axis transient reactance X'd = 0.3 per unit is connected to an infinite bus through a purely reactive circuit as shown in Figure below. Reactances are marked on the diagram on a common system base. The generator is delivering real power Pe = 0.75 per unit and Q = 0.06 per unit to the infinite bus at a voltage of V = 1 per unit. A temporary three-phase fault occurs at the sending end of the line at point F. When the fault is cleared, both lines are intact. Determine the critical clearing angle (in radian) and the critical fault clearing time (in second). 1 Xt = 0.2 E X'd = 0.3 Select one: O a. Sc=1.75, tc= 0.36 Ob. 8c-1.15, tc= 0.25 O c. None O d. 8c=1.55, tc= 0.3 Clear my choice XL1 = 0.3 XL2 = 0.3 2 V = 1.0
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